A major challenge in applying machine learning methods to Brain-Computer
Interfaces (BCIs) is to overcome the possible nonstationarity in the data from the datablock
the method is trained on and that the method is applied to. Assuming the joint
distributions of the whitened signal and the class label to be identical in two blocks, where
the whitening is done in each block independently, we propose a simple adaptation formula
that is applicable to a broad class of spatial filtering methods including ICA, CSP, and
logistic regression classifiers. We characterize the class of linear transformations for which
the above assumption holds. Experimental results on 60 BCI datasets show improved
classification accuracy compared to (a) fixed spatial filter approach (no adaptation) and
(b) fixed spatial pattern approach (proposed by Hill et al., 2006 [1]).

Our goal is to understand the principles of Perception, Action and Learning in autonomous systems that successfully interact with complex environments and to use this understanding to design future systems